We consider a one-dimensional infinite horizon calculus of variations problem (P), where the integrand is linear with respect to the velocity.
Abstract. We consider a one-dimensional infinite horizon calculus of variations problem (P), where the integrand is linear with respect to the velocity.
We consider a one-dimensional infinite horizon calculus of variations problem (P), where the integrand is linear with respect to the velocity.
Explicit Solutions for Singular Infinite Horizon Calculus of Variations. E. Anaya, and P. Cartigny. SIAM J. Control and Optimization, 50 (5): 2573-2587 ...
Explicit Solutions for Singular Infinite Horizon Calculus of Variations ... We consider a one-dimensional infinite horizon calculus of variations problem (P), ...
We consider a calculus of variations problem in infinite horizon linear with respect to the velocities. In our case the admissible curves stay in a bounded ...
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Explicit Solutions for Singular Infinite Horizon Calculus of Variations. ... Transversality condition for singular infinite horizon calculus of variations.
Nov 3, 2021 · ... solution to the discounted infinite horizon CV problem with a known initial data, 𝜑 = (𝑦0,𝜌,.), and with a free terminal state only if it ...
solutions to infinite horizon problems have been addressed by Halkin (1974), Haurie. (1976), Brock and Haurie (1976). Halkin showed that in general there are ...
Explicit Solutions for Singular Infinite Horizon Calculus of Variations. We consider a one-dimensional infinite horizon calculus of variations problem (P) ...